Handling Problem/Quantity-Specific Parameters ("Dead Ends") #4
Description
General solutions for differential equations can map to coefficients, which can map to a general vertex for Boundary Conditions (in the interest of not overcomplicating the graph).
But how to include the conditions themselves? They work best as a bulleted list, but the RHS of each condition -- a physical property -- has no vertex in the graph.
More thought should be put toward how to handle such "dead ends": quantities not included in the graph, generally due to their high level of situational specificity, such that the information associated with them is lost entirely from the graph.
Maybe this is just the tradeoff between information resolution and graph complexity.